Image signature extraction device

ABSTRACT

The image signature extraction device includes an image signature generation unit and an encoding unit. The image signature generation unit extracts region features from respective sub-regions in an image in accordance with a plurality of pairs of sub-regions in the image, the pairs of sub-regions including at least one pair of sub-regions in which both a combination of shapes of two sub-regions of the pair and a relative position between the two sub-regions of the pair differ from those of at least one of other pairs of sub-regions, and based on the extracted region features of the respective sub-regions, generates an image signature to be used for identifying the image. The encoding unit encodes the image signature.

TECHNICAL FIELD

The present invention relates to a system for extracting image signatures which are features for identifying (determining the identity of) images.

BACKGROUND ART

Image signatures are image features for identifying (determining the identity of) images. By comparing an image signature extracted from an image with an image signature extracted from another image, an identity scale (in general, referred to as similarity or distance) indicating a degree of the two images being identical can be calculated from a comparison result. Further, by comparing the calculated identity scale with a threshold, it is possible to determine whether or not the two images are identical. In this context, the meaning of “two images being identical” includes not only the case where the two images are identical at the level of image signals (pixel values of the pixels constituting the images), but also the case where one image is a duplicate image of the other by means of various alteration processes such as conversion of compression format of an image, conversion of size/aspect ratio of an image, adjustment of color tone of an image, various filtering processes (sharpening, smoothing, and the like) applied to an image, local processing (caption superimposition, cutout, and the like) applied to an image, and recapturing of an image. By using image signatures, as it is possible to detect duplication of an image or a moving image which is a set of images, for example, image signatures are applicable to an illegal copy detection system for images or moving images.

Patent Document 1 describes an example of an image signature. FIG. 18 is an illustration showing a method of extracting an image signature described in Patent Document 1. This image signature is a feature vector in multiple dimensions (sixteen dimensions in FIG. 18). The method includes respectively calculating average luminance from thirty two pieces of rectangle regions 244 (among them, sixteen pieces of rectangle regions are shown in FIG. 18) at predetermined positions in an image 240, and calculating differences in the average luminance between rectangle regions forming pairs (the paired rectangle regions are linked to each other with dotted lines 248 in FIG. 18), to thereby obtain a difference vector 250 in sixteen dimensions. With respect to the difference vector 250, a composite vector is generated by means of vector transformation, and a quantization index vector in sixteen dimensions, acquired by quantizing the respective dimensions of the composite vector, is used as an image signature.

-   Patent Document 1: Japanese Unexamined Patent Publication No.     8-500471

SUMMARY

In an image signature formed of a feature vector in a plurality of dimensions, as the amount of information held by the feature vector is larger (redundancy is smaller) as correlation between dimensions are smaller, such an image signature has high discrimination capability which is a degree of discriminating different images. In contrast, if correlation between dimensions in a feature vector is large, as the amount of information held by the feature vector is small (redundancy is large), the discrimination capability is low. It should be noted that correlation between dimensions is a degree of similarity occurring from the features of the dimensions, and mathematically, it is a value calculated as, if occurrence of a feature of each dimension is set as a probability variable, a correlation coefficient between probability variables or a mutual information amount, for example. As such, it is desirable that an image signature formed of a feature vector in a plurality of dimensions should be designed such that correlation between dimensions is small.

Image signals (pixel values of the pixels constituting an image) have correlation between local regions in the image. Generally, as the distance between local regions is shorter, the correlation is larger. In particular, in an image in which a specific image pattern appears repeatedly (particularly, in the case where the image pattern repeatedly appears in regular cycles) (for example, an image of windows of a building arranged in a grid pattern, see FIG. 19(A)) or in an image formed of a particular texture (see FIG. 19(B)), for example, correlation between local regions of the image is large.

[First Problem]

Regarding an image signature formed of a feature vector including features extracted from a plurality of local regions of the image, as described in Patent Document 1, as the shapes of the local regions for extracting the features are the same in each dimension (in the example of Patent Document 1, rectangle regions in the same shape) with respect to an image in which correlation between local regions in the image is large, correlation between the dimensions of the extracted features is large. As such, there is a first problem that discrimination capability of the image signature (feature vector) is low. It should be noted that the shapes are identical means that the regions are identical including their size and angle (tilt or orientation).

For example, the image signature as described in Patent Document 1 has low discrimination capability with respect to an image in which a specific image pattern appears repeatedly (see FIG. 19(A)) or in an image formed of a particular texture (see FIG. 19(B)).

[Second Problem]

A second problem of the image signature described in Patent Document 1 is that as the shapes of the regions of respective dimensions for calculating features (feature vector) are in the identical rectangle shape (including size and angle), there is a blind spot on frequencies where it is impossible to detect frequency components having a cycle which is the same as the length of a side of the rectangle or which is a fraction of the integer thereof. This is because that if an average is calculated within a region for a signal component of such a particular frequency, the value becomes 0 regardless of the magnitude of the signal component, so that signals of such frequency component cannot be detected at all. More specifically, assuming that a frequency having the same cycle as the length of a side of the rectangle is f₀, components of a frequency nf₀ (n=1, 2, 3, . . . ) cannot be detected. As such, with respect to an image in which signals concentrate on direct current components and such frequency components, an average pixel value becomes the same as the direct current component, whereby there is no difference in values between regions. Consequently, the value of every feature extracted as a difference in average pixel values between regions becomes 0, so that discrimination cannot be performed (discrimination capability is significantly lowered). Practically, as it is difficult to detect not only the components of the frequency nf₀ (n=1, 2, 3, . . . ) but also a certain nearby frequency regions, even if signals do not concentrate on the above-described particular frequency, signal components of such a frequency band cannot be used, whereby the discrimination capability is lowered. In order to alleviate this problem, it may be possible to increase the value of the frequency f₀ so as to decrease the signal electricity fallen into the frequency band which is difficult to be detected. However, increasing the value of the frequency f₀ means reducing the size of the region, leading to lowering of the robustness (a degree that a feature does not vary due to various alteration processes or noise) of the frequency. For example, if a region becomes smaller, the value of the feature largely varies with respect to minor positional shift, whereby the robustness of the feature is lowered. As described above, when using the identical rectangle regions, it is extremely difficult to secure the robustness while increasing the discrimination capability.

OBJECT OF THE INVENTION

An object of the present invention is to provide an image signature extraction device capable of solving a problem that an image signature, extracted from an image having large correlation between local regions in the image or an image having signals which are concentrated on a particular frequency, has a lower discrimination capability which is a degree of discriminating different images.

According to an aspect to the present invention, an image signature extraction device includes an image signature generation unit that extracts region features from respective sub-regions in an image in accordance with a plurality of pairs of sub-regions in the image, the pairs of sub-regions including at least one pair of sub-regions in which both a combination of shapes of two sub-regions of the pair and a relative position between the two sub-regions of the pair differ from those of at least one of other pairs of sub-regions, and based on the extracted region features of the respective sub-regions, generates an image signature to be used for identifying the image; and an encoding unit that encodes the image signature.

As the present invention is configured as described above, the discrimination capability, which is a degree of discriminating different images, of an image signature can be improved. In particular, this advantageous effect is significantly achieved with respect to an image in which correlation between local regions in the image is high.

Further, the present invention also provides another advantageous effect that the discrimination capability is not lowered with respect to an image having signals which are concentrated on a particular frequency.

BRIEF DESCRIPTION OF DRAWINGS

FIG. 1 is a block diagram showing a first embodiment of the present invention.

FIG. 2 is an illustration showing exemplary pairs of extraction regions for respective dimensions shown by each-dimension extraction information.

FIG. 3 is a block diagram showing an example of a comparison unit in the first embodiment of the present invention.

FIG. 4 is a block diagram showing another example of a comparison unit in the first embodiment of the present invention.

FIG. 5 is a flowchart showing a flow of the processing in the first embodiment of the present invention.

FIG. 6 is a block diagram showing the main part of a second embodiment of the present invention.

FIG. 7 is a flowchart showing a flow of the processing in the second embodiment of the present invention.

FIG. 8 is a block diagram showing a third embodiment of the present invention.

FIG. 9 is a table showing examples of region feature calculation methods for respective dimensions.

FIG. 10 is a flowchart showing a flow of the processing in the third embodiment of the present invention.

FIG. 11 s a block diagram showing a fourth embodiment of the present invention.

FIG. 12 is a table showing examples of comparison and quantization methods for respective dimensions.

FIG. 13 is a flowchart showing a flow of the processing in the fourth embodiment of the present invention.

FIG. 14-a is a table showing each-dimension extraction region information used in a sixth embodiment and a seventh embodiment of the present invention.

FIG. 14-b is a table showing each-dimension extraction region information used in the sixth embodiment and the seventh embodiment of the present invention.

FIG. 14-c is a table showing each-dimension extraction region information used in the sixth embodiment and the seventh embodiment of the present invention.

FIG. 14-d is a table showing each-dimension extraction region information used in the sixth embodiment and the seventh embodiment of the present invention.

FIG. 14-e is a table showing each-dimension extraction region information used in the sixth embodiment and the seventh embodiment of the present invention.

FIG. 14-f is a table showing each-dimension extraction region information used in the sixth embodiment and the seventh embodiment of the present invention.

FIG. 14-g is a table showing each-dimension extraction region information used in the sixth embodiment and the seventh embodiment of the present invention.

FIG. 14-h is a table showing each-dimension extraction region information used in the sixth embodiment and the seventh embodiment of the present invention.

FIG. 14-i is a table showing each-dimension extraction region information used in the sixth embodiment and the seventh embodiment of the present invention.

FIG. 14-j is a table showing each-dimension extraction region information used in the sixth embodiment and the seventh embodiment of the present invention.

FIG. 15-a is a table showing each-dimension region feature calculation method information used in the sixth embodiment of the present invention.

FIG. 15-b is a table showing each-dimension region feature calculation method information used in the sixth embodiment of the present invention.

FIG. 15-c is a table showing each-dimension region feature calculation method information used in the sixth embodiment of the present invention.

FIG. 15-d is a table showing each-dimension region feature calculation method information used in the sixth embodiment of the present invention.

FIG. 15-e is a table showing each-dimension region feature calculation method information used in the sixth embodiment of the present invention.

FIG. 16-a is a table showing each-dimension region feature calculation method information used in the seventh embodiment of the present invention.

FIG. 16-b is a table showing each-dimension region feature calculation method information used in the seventh embodiment of the present invention.

FIG. 16-c is a table showing each-dimension region feature calculation method information used in the seventh embodiment of the present invention.

FIG. 16-d is a table showing each-dimension region feature calculation method information used in the seventh embodiment of the present invention.

FIG. 16-e is a table showing each-dimension region feature calculation method information used in the seventh embodiment of the present invention.

FIG. 17-a is a table showing each-dimension comparison and quantization method information used in the sixth embodiment and the seventh embodiment of the present invention.

FIG. 17-b is a table showing each-dimension comparison and quantization method information used in the sixth embodiment and the seventh embodiment of the present invention.

FIG. 17-c is a table showing each-dimension comparison and quantization method information used in the sixth embodiment and the seventh embodiment of the present invention.

FIG. 17-d is a table showing each-dimension comparison and quantization method information used in the sixth embodiment and the seventh embodiment of the present invention.

FIG. 17-e is a table showing each-dimension comparison and quantization method information used in the sixth embodiment and the seventh embodiment of the present invention.

FIG. 18 is an illustration showing a method of extracting an image signature described in Patent Document 1.

FIG. 19 is an illustration showing examples of images in which correlation between local regions is large.

FIG. 20 is a block diagram showing a fifth embodiment of the present invention.

FIG. 21 is a block diagram showing a matching unit which performs matching between quantization index vectors.

FIG. 22 is a flowchart showing an exemplary process performed by the matching unit which performs matching between quantization index vectors.

FIG. 23 is a flowchart showing another exemplary process performed by the matching unit which performs matching between quantization index vectors.

FIG. 24 is a flowchart showing still another exemplary process performed by the matching unit which performs matching between quantization index vectors.

FIG. 25 is a block diagram showing another configuration of a matching unit which performs matching between quantization index vectors.

FIG. 26 is a flowchart showing an exemplary process performed by the matching unit which performs matching between quantization index vectors.

FIG. 27 is a flowchart showing another exemplary process performed by the matching unit which performs matching between quantization index vectors.

FIG. 28 is a table showing examples of indexes applied to 1024 pieces of blocks formed by dividing an image into 32 in a vertical direction and 32 in a horizontal direction.

FIG. 29-a is a table showing regions belonging to one type, among regions corresponding to the respective dimensions in an eighth embodiment of the present invention.

FIG. 29-b is a table showing regions belonging to one type, among regions corresponding to the respective dimensions in the eighth embodiment of the present invention.

FIG. 29-c is a table showing regions belonging to one type, among regions corresponding to the respective dimensions in the eighth embodiment of the present invention.

FIG. 29-d is a table showing regions belonging to one type, among regions corresponding to the respective dimensions in the eighth embodiment of the present invention.

FIG. 29-e is a table showing regions belonging to one type, among regions corresponding to the respective dimensions in the eighth embodiment of the present invention.

FIG. 29-f is a table showing regions belonging to one type, among regions corresponding to the respective dimensions in the eighth embodiment of the present invention.

FIG. 29-g is a table showing regions belonging to one type, among regions corresponding to the respective dimensions in the eighth embodiment of the present invention.

FIG. 30 is a table showing a relation among a region type of each dimension, a dimension number, and an index corresponding to a threshold.

FIG. 31-a is an illustration showing an example of first and second extraction regions of a dimension of a region type a.

FIG. 31-b is an illustration showing an example of first and second extraction regions of a dimension of a region type b.

FIG. 31-c is an illustration showing an example of first and second extraction regions of a dimension of a region type c.

FIG. 31-d is an illustration showing an example of first and second extraction regions of a dimension of a region type d.

FIG. 31-e is an illustration showing an example of first and second extraction regions of a dimension of a region type e.

FIG. 31-f is an illustration showing an example of first and second extraction regions of a dimension of a region type f.

FIG. 31-g is an illustration showing an example of first and second extraction regions of a dimension of a region type g.

EXEMPLARY EMBODIMENTS First Embodiment Configuration of First Embodiment

Next, a first embodiment of the present invention will be described in detail with reference to the drawings.

Referring to FIG. 1, an image signature extraction device according to the first embodiment of the present invention is a system for outputting, with respect to an input image, a feature vector (more specifically, a quantization index vector) formed of a plurality of dimensions, as an image signature. The image signature extraction device includes a dimension determination unit 1, an extraction region acquisition unit 2, a region feature calculation unit 3, and a comparison unit 4.

The dimension determination unit 1 determines a dimension of a feature vector to be extracted next, and supplies it to the extraction region acquisition unit 2. The dimension determination unit 1 sequentially supplies dimensions of the feature vector to be extracted, and the constituent elements after the extraction region acquisition unit 2 extract features corresponding to the supplied dimensions. For example, if a feature vector is formed of N dimensions, the dimension determination unit 1 may sequentially supply the 1^(st) dimension to the N^(th) dimension to the extraction region acquisition unit 2. The dimensions may be supplied in any order if all of the dimensions of the feature vector are supplied finally. It is also possible to supply a plurality of dimensions in parallel.

To the extraction region acquisition unit 2, each-dimension extraction region information is supplied as an input, besides the dimensions supplied from the dimension determination unit 1.

The each-dimension extraction region information is information indicating a predetermined pair of a first extraction region and a second extraction region for extracting the feature of a dimension, which is associated with each dimension of a feature vector. The first and second extraction regions have the following features as prerequisites.

[Prerequisites of First and Second Extraction Regions]

Prerequisites of the first and second extraction regions are that relative positions of a pair of extraction regions are different among the dimensions, and combinations of the shapes of the pair of extraction regions are different among the dimensions.

FIG. 2 shows an exemplary pair of extraction regions, satisfying the prerequisites, for each of the dimensions indicated by the each-dimension extraction information. Different from the extraction regions for an image signature shown in FIG. 18, combinations of the shapes of the pairs of extraction regions are different among the respective dimensions. Different in shape includes the same shapes of different angles (e.g., the second extraction region of the 1^(st) dimension and the first extraction region of the 7^(th) dimension in FIG. 2), and similar shapes of different sizes (e.g., the second extraction region of the 1^(st) dimension and the second extraction region of the 9^(th) dimension in FIG. 2). It should be noted that a minimum condition is that at least one dimension, in which a pair of extraction regions have a combination of different shapes, is included in all of the dimensions of a feature vector. It is desirable that a feature vector includes a larger number of dimensions having pairs of extraction regions in (a combination of) different shapes from each other. This is because as a feature vector includes a larger number of pairs of extraction regions in (a combination of) different shapes from each other, a larger number of correlations between dimensions become smaller in the feature vector, whereby the discrimination capability becomes higher. For example, the shapes of a pair extraction regions may be different from each other in every dimensions in a feature vector.

A first extraction region and a second extraction region in a dimension are not necessarily in the same shape as shown in the 9^(th) dimension of FIG. 2, but may be in different shapes as shown in other dimensions of FIG. 2. If the shapes of a first extraction region and a second extraction in each dimension are different, the correlation between the features extracted from the first extraction region and the second extraction region becomes smaller, whereby the discrimination capability becomes higher. As such, it is desirable. Further, in that case, as a possibility that the first extraction region and the second extraction region become blind spots for the same frequency at the same time is low, the discrimination capability becomes high.

The respective extraction regions may take any shapes. For example, any complicated shapes, such as the second extraction region of the 6^(th) dimension in FIG. 2, are also acceptable. If extraction regions are formed of a plurality of pixels of an image, a line segment and a curved line are also acceptable as show in the 7^(th) dimension and the 10^(th) dimensions in FIG. 2. Further, an extraction region may consist of a plurality of discontinuous small regions, as the first extraction region of the 8^(th) dimension, the first and second extraction regions of the 11^(th) dimension, and the first extraction region of the 12^(th) dimension. As described above, if a feature vector includes extraction regions in complicated shapes, correlation between the dimensions of the features extracted therefrom can be lowered, whereby the discrimination capability can be higher.

Further, it is also possible that portions of a first extraction region and a second extraction region overlap each other, as in the 5^(th) dimension of FIG. 2. Further, either one of a pair of extraction regions may be included in the other one. As described above, by allowing overlapping of a pair of extraction regions, as a larger number of patterns (relative position, distance) can be taken for pairs of extraction regions, patterns enabling to reduce the correlation between dimensions can be increased, whereby the possibility of improving the discrimination capability is increased.

Further, portions of extraction regions may overlap each other between dimensions as the respective dimensions shown in FIG. 2, different from the extraction regions for the image signature shown in FIG. 18. If extraction regions are taken exclusively between dimensions as shown in the extraction regions for the image signature shown in FIG. 18, possible patterns of pairs of extraction regions are limited. By allowing overlapping of extraction regions between dimensions as shown in FIG. 2, it is possible to increase patterns enabling to reduce the correlation between dimensions, whereby the possibility of improving the discrimination capability is increased. However, if there are too many overlapped portions of extract regions between dimensions, correlation between dimensions becomes large so that the discrimination capability becomes low. As such, it is not desirable.

Further, it is desirable that extraction regions are taken such that the region from which features are not extracted is small (which means almost all of the screen image can be covered) when the extraction regions for all dimensions are combined. If the region from which features are not extracted is large as in the case of FIG. 18, a large portion of the information included in the image signal (pixel values of the pixels constituting the image) is not used, so that the discrimination capability is not high. By taking extraction regions such that the region from which features are not extracted is small (which means almost all of the screen image can be covered) when the extraction regions for all dimensions are combined, a larger portion of the information included in the image signal can be reflected on the features, whereby the discrimination capability can be high. Further, it is desirable that extraction features are not biased but obtained uniformly from the entire image, when the extraction regions for all dimensions are combined. However, if the probability of performing local processing such as caption superimposition on a specific region is high, it is desirable to obtain extraction regions while avoiding such a region. Further, generally, as regions around the edge of an image often do not include feature portions of the image, it is desirable to obtain extraction regions while avoiding such surrounding regions.

Furthermore, it is desirable that the size and the relative position (distance, direction) of the extraction regions follow certain distribution (uniform distribution, for example), because if the relative position (distance, direction) follows the uniform distribution, the extraction region are not biased with respect to the distance or direction whereby the extraction regions do not concentrate on a particular distance or direction, whereby a wider variety can be achieved. Further, as the correlation between regions is larger as the relative positions are close, in order to offset such an effect, it is desirable that the difference in shape is larger as the relative positions are closer.

The each-dimension extraction region information may be in any form if a first extraction region and a second extraction region for each dimension can be uniquely specified with the information. Further, as an extraction region must always be the same region with respect to an image of any size or aspect ratio, the each-dimension extraction region information should be in a form which can obtain the same extraction region with respect to an image of any size or aspect ratio. For example, the each-region extraction region may describe the position and the shape of an extraction region with respect to an image having a predetermined size and aspect ratio (for example, an image having a horizontal width of 320 pixels×a vertical width of 240 pixels). In that case, with respect to an image input with an arbitrary size and aspect ratio, resizing the image first to have the predetermined size and aspect ratio and then specifying the extraction region in accordance with the position and the shape of the extraction region described in the each-dimension extraction region information. In contrast, it is also possible to convert the position and the shape of the extraction region described in the each-dimension extraction region information corresponding to the image of any size and aspect ratio of the input image to thereby specify the extraction region.

The information indicating each extraction region included in the each-dimension extraction region information may be information describing a set of coordinate values of all pixels constituting the extraction region with respect to an image of a predetermined size and aspect ratio (for example, an image having a horizontal width of 320 pixels×a vertical width of 240 pixels). Further, the information indicating each extraction region included in the each-dimension extraction region information may be information describing, with parameters, the position and the shape of the extraction region with respect to an image of a predetermined size and aspect ratio. For example, if the shape of the extraction region is a quadrangle, the information may describe the coordinate values of the four corners of the quadrangle. Further, if the shape of the extraction region is a circle, the information may describe the coordinate values of the center and the radius value of the circle.

Further, it is also possible to adopt a method of generating, with use of a seed of pseudo random numbers as an each-dimension extraction region information, pseudo random numbers by starting from the seed inside the extraction region acquisition unit 2 to thereby generate extraction regions in different shapes according to the random numbers (for example, the four corners of a quadrangle are determined according to the random numbers). Specifically, an each-dimension extraction region can be acquired according to the following procedure.

(1) A seed of pseudo random numbers is supplied as each-dimension extraction region information.

(2) A dimension n is set to be

(3) Pseudo random numbers are generated, and the four corners of a quadrangle of a first extraction region for the dimension n are determined.

(4) Pseudo random numbers are generated, and the four corners of a quadrangle of a second extraction region for the dimension n are determined.

(5) A dimension n is set to be n+1, and the procedure returns to (3).

As the extraction regions are determined based on the random numbers, the generated extraction regions are different from each other for respective dimensions. Further, if the seed of the pseudo random numbers is the same, as the same random numbers are generated each time (with respect to any images), the same extraction regions are reproduced for different images.

The extraction region acquisition unit 2 acquires, from the each-dimension extraction region information supplied as an input, information indicating the first extraction region and the second extraction region corresponding to the dimension supplied from the dimension determination unit 1, and outputs the information to the extraction region representative value calculation unit 3.

To the region feature calculation unit 3, an image which is an extraction target for an image signature is supplied as an input, besides the input from the extraction region acquisition unit 2 (information indicating the first extraction region and the second extraction region). The region feature calculation unit 3 includes a first region feature calculation unit 31 and a second region feature calculation unit 32. With use of the first region feature calculation unit 31, the region feature calculation unit 3 calculates, from the image supplied as an input, a feature of the first extraction region as a first region feature for each dimension based on the information indicating the first extraction region supplied from the extraction region acquisition unit 2, and supplies the feature to the comparison unit 4. Further, with use of the second region feature calculation unit 32, the region feature calculation unit 3 calculates, from the image supplied as an input, a feature of the second extraction region as a second region feature for each dimension based on the information indicating the second extraction region supplied from the extraction region acquisition unit 2, and supplies the feature to the comparison unit 4.

It should be noted that in order to specify the respective extraction regions with respect to the input image based on the information indicating the first extraction region and the second extraction region, the region feature calculation unit 2 resizes the image to have a predetermined size and aspect ratio in the each-dimension extraction region information, if necessary.

The region feature calculation unit 3 calculates region features of the respective extraction regions using the pixel values of a group of pixels included in the respective extraction regions. In this embodiment, a pixel value is a value of a signal held by each pixel of the image, which is a scalar quantity or a vector quantity. For example, if the image is a luminance image, a pixel value is a luminance value (scalar quantity), and if the image is a color image, a pixel value is a vector quantity indicating a color component. If the color image is an RGB image, a pixel value is a three-dimensional vector quantity of an R component, a G component, and a B component. Further, if the color image is a YCbCr image, a pixel value is a three-dimensional vector quantity of a Y component, a Cb component, and a Cr component.

For calculating the region features of the extraction regions, any methods can be used if a method of calculating the extraction regions (first extraction region and the second extraction region) of the dimension is constant (the same calculation method is used for any input images).

Further, the region feature to be calculated may be a scalar quantity or a vector quantity. For example, if a pixel value is a scalar quantity such as a luminance value, the region feature may be calculated as an average value, a median value, a mode value, a maximum value, a minimum value, or the like (each of them is a scalar quantity). Further, it is also possible to sort pixel values included in an extraction region, and obtain a pixel value at a predetermined proportional position from the top or the bottom of the distribution (sorted order) as a region feature (which is also a scalar quantity), for example. More specifically, explanation will be given for the case where P % of the percentage (e.g., P=25%) is the predetermined proportion. Pixel values (luminance values) of the total N pieces of pixels included in an extraction region are sorted in ascending order, and a set of the pixel values (luminance values) sorted in ascending order is indicated as Y(i)={Y(0), Y(1), Y(2), . . . , Y(N−1)}. In this example, a pixel value at a position of P % from the bottom of the permutation sorted in ascending order is Y(floor(N*P/100)) for example, so this value is obtained as a region feature of the extraction region. It should be noted that floor( ) is a function in which after the decimal point is truncated. In this example, a region feature calculated by applying this formula (Y(floor(N*P/100))) with respect to the luminance value of the pixel included in the extraction region is referred to as a “percentile luminance value feature”.

Further, if the pixel value is a vector quantity such as a color component, it is possible to first convert the value into a scalar quantity by means of any method, and then calculate a region feature by the above-described method. For example, if the pixel value is a three-dimensional vector quantity of RGB components, it is possible to first convert the value into a luminance value which is a scalar quantity, and then calculate a region feature by the above-described method. Further, if the pixel value is a vector quantity, it is also possible to use an average vector of the pixel values included in the extraction region as a region feature.

Further, it is also possible to perform any operation (differential operation, filtering operation) such as edge detection or template matching with respect to an extraction region, and use the operation result as a region feature. For example, it may be a two-dimensional vector quantity indicating the edge direction (gradient direction), or a scalar quantity indicating the similarity with a template.

Further, a histogram showing the color distribution, edge direction distribution, or edge intensity distribution, included in the extraction region, may be obtained as a region feature (each of them is a vector quantity).

Further, any of the various types of features defined in ISO/IEC 15938-3 may be used, which include dominant color, color layout, scalable color, color structure, edge histogram, homogeneous texture, texture browsing, region shape, contour shape, shape 3D, parametric motion, and motion activity.

The comparison unit 4 compares the first region feature with the second region feature supplied from the region feature calculation unit 3 for each dimension, and quantizes the comparison result to output the acquired quantization index. As the comparison unit 4 outputs quantization indexes for the respective dimensions, a quantization index vector consisting of the quantization indexes of a plurality of dimensions is finally output.

The comparison unit 4 may use any methods to compare a first region feature with a second region feature and perform quantization. Also, the number of quantization indexes for each dimension is also arbitrary.

If the region features are scalar quantities (e.g., average luminance) for example, the comparison unit 4 may compare their magnitudes, and if the first region feature is larger, set the quantization index to be +1, and in other cases, sets the quantization index to be −1, so as to quantize the comparison result into binary values of quantization indexes of +1 and −1. In should be noted that regarding a dimension n, if the first region feature is Vn1 and the second region feature is Vn2, a quantization index Qn of the dimension n can be calculated by the following expression.

$\begin{matrix} \begin{matrix} {{Qn} =} & {{{+ 1}\mspace{14mu} \left( {{{if}\mspace{14mu} {Vn}\; 1} > {{Vn}\; 2}} \right)} - {1\mspace{14mu} \left( {{{if}\mspace{14mu} {Vn}\; 1} \leq {{Vn}\; 2}} \right)}} \end{matrix} & \left\lbrack {{Expression}\mspace{14mu} 1} \right\rbrack \end{matrix}$

FIG. 3 shows a more detailed configuration diagram of the comparison unit 4 when the comparison unit 4 performs comparison and quantization based on the above Expression 1.

Referring to FIG. 3, the comparison unit 4 includes a magnitude comparison unit 41 and a quantization unit 42.

When the first region feature and the second region features are supplied, the magnitude comparison unit 41 compares the value of a first region feature with the value of the second region feature, and supplies the comparison result to the quantization unit 42. This means that the magnitude comparison unit 41 compares the magnitude of Vn1 with that of Vn2, and supplies information indicating whether the comparison result is Vn1>Vn2 or Vn1≦Vn2 to the quantization unit 42 as a magnitude comparison result.

Based on the magnitude comparison result supplied from the magnitude comparison unit 41, the quantization unit 42 performs quantization according to Expression 1, and outputs a quantization index. As such, the quantization unit 42 outputs a quantization index in such a manner that if information indicating that the comparison result is Vn1>Vn2 is supplied, a quantization index is +1, while if information indicating that the comparison result is Vn1≦Vn2 is supplied, an quantization index is −1.

It should be noted that the comparison and quantization method according to Expression 1 is hereinafter referred to as a comparison and quantization method A.

Further, if the region feature is a scalar volume (e.g., an average luminance), the comparison unit 4 may perform quantization in such a manner that if the absolute value of the difference value is smaller than or equal to a predetermined threshold, it is determined that there is no difference between the first region feature and the second region feature so that a quantization index 0 indicating no difference is set, and in other cases, the comparison unit 4 compares their magnitude and if the first region feature is larger, a quantization index +1 is set, while in other cases, a quantization index −1 is set, whereby the quantization index is in any of ternary values of +1, 0, and −1. Assuming that the first region feature of a dimension n is Vn1 and the second region feature thereof is Vn2 and a predetermined threshold is th, a quantization index Qn of the dimension n can be calculated from the following expression.

$\begin{matrix} {{\begin{matrix} {{Qn} =} & {{{+ 1}\mspace{14mu} \left( {{{if}\mspace{14mu} {{{{Vn}\; 1} - {{Vn}\; 2}}}} > {{th}\mspace{14mu} {and}\mspace{14mu} {Vn}\; 1} > {{Vn}\; 2}} \right)}\mspace{14mu}} \end{matrix}0\mspace{14mu} \left( {{{if}\mspace{14mu} {{{{Vn}\; 1} - {{Vn}\; 2}}}} \leq {th}} \right)}\mspace{14mu} - {1\mspace{14mu} \left( {{{if}\mspace{14mu} {{{{Vn}\; 1} - {{Vn}\; 2}}}} > {{th}\mspace{14mu} {and}\mspace{14mu} {Vn}\; 1} \leq {{Vn}\; 2}} \right)}} & \left\lbrack {{Expression}\mspace{14mu} 2} \right\rbrack \end{matrix}$

FIG. 4 shows a more detailed configuration diagram of the comparison unit 4 when the comparison unit 4 performs comparison and quantization according to Expression 2.

Referring to FIG. 4, the comparison unit 4 includes a difference value calculation unit 43 and a quantization unit 44. To the quantization unit 44, a threshold which is predetermined information indicating the boundary of quantization (quantization boundary information) is supplied beforehand as an input.

When the first region feature and the second region feature are supplied, the difference value calculation unit 43 calculates a difference value between the value of the first region feature and the value of the second region feature, and supplies the calculated difference value to the quantization unit 44. This means that the difference value calculation unit 43 calculates Vn1−Vn2, and supplies the resultant value to the quantization unit 44.

The quantization unit 44 performs quantization according to Expression 2 based on the difference value supplied from the difference value calculation unit 43 and a threshold which is information indicating the predetermined boundary of quantization (quantization boundary information) supplied as an input, and outputs a quantization index. This means that the quantization unit 42 outputs a quantization index based on the value of Vn1−Vn2 supplied from the difference value calculation unit 41 and the threshold th supplied as an index, in such a manner that if |Vn1−Vn2|>th and Vn1−Vn2>0, the quantization index is +1, if |Vn1−Vn2|>th and Vn1|Vn2≦0, the quantization value is −1, and if |Vn1−Vn2|≦th, the quantization index is 0.

The comparison and quantization method based on Expression 2 is hereinafter referred to as a comparison and quantization method B.

Although quantization is performed in ternary values based on the difference value in this example, it is possible to perform quantization in a larger number of (levels of) quantization indexes according to the magnitude of the difference value. Even in that case, the comparison unit 4 has the configuration as shown in FIG. 4, and to the quantization unit 44, a plurality of thresholds as information indicating the predetermined boundaries of quantization for respective levels (quantization boundary information) are supplied as inputs. A comparison and quantization method for quantization into four or more levels, based on this difference value and the thresholds supplied as inputs, is hereinafter referred to as a comparison and quantization method C.

As described above, by introducing a quantization index indicating there is no difference for the case where the difference between the first region feature and the second region feature is small (smaller than or equal to a predetermined threshold) so that it is determined that no difference exists, it is possible to make the feature (quantization index) in a dimension of a pair of extraction regions having a small difference between the region features more stable, that is, more robust with respect to various alteration process and noise, compared with the method according to Expression 1. As such, it is possible to output an image signature (quantization index vector) which is stable with respect to an image having less difference between local regions in whole, that is, an flat image having less variations in whole (e.g., an image of blue sky), and is robust with respect to various alteration processes and noise.

Further, if the region feature is a vector quantity, for example, the comparison unit 4 may first convert the vector quantity into a scalar quantity by means of any arbitrary method, and then perform quantization by the above-described method (this comparison and quantization method is hereinafter referred to as a comparison and quantization method D). It is also possible to calculate a difference vector, which is a difference from the vector of a second extraction region, from the vector of a first extraction region, and quantize the difference vector to thereby obtain a quantization index, for example. In that case, representative vectors (center of gravity vectors, etc) predetermined for respective quantization indexes are supplied, and are classified into quantization indexes having the largest similarity (smallest distance) between the representative vectors and the difference vectors (this comparison and quantization method is hereinafter referred to as a comparison and quantization method E). Further, similar to the quantization of a scalar quantity according to the above-described Expression 2, if a norm of the difference vector is smaller than or equal to a predetermined threshold, it is possible to determine that there is no difference between the first region feature and the second region feature to thereby introduce a quantization index indicating no difference as a quantization index 0 which indicates no difference.

It should be noted that when matching quantization index vectors output in the present invention (when comparing a quantization index vector extracted from an image with a quantization index vector extracted from another image to determine whether or not they are identical), the number of dimensions in which quantization indexes conform (similarity) or the number of dimensions in which quantization indexes do not conform (Hamming distance) may be calculated as an identity scale, which is compared with a threshold, whereby the identity of the images can be determined. Further, if the quantization indexes are calculated based on Expression 2 in the comparison unit 4, an identity scale (similarity) can be calculated as follows. First, quantization index vectors of two images are compared with each other between corresponding dimensions, and the number of dimensions in which not “both quantization indexes are 0” is calculated (this value is set to be A). Next, in the dimensions in which not “both quantization indexes are 0”, the number of dimensions in which the quantization indexes conform is calculated (this value is set to be B). Then, a similarity is calculated as B/A. If A=0 (that is, if both quantization indexes are 0 in every dimensions), the similarity is set to be a predetermined numerical value (e.g., 0.5).

Operation of First Embodiment

Next, operation of the image signature extraction device according to the first embodiment will be described with reference to the flowchart of FIG. 5. In the flowchart of FIG. 5, a dimension (number) of a feature vector is indicated by “n”, and there are N dimensions in total from 1 to N.

First, the dimension determination unit 1 determines a dimension 1 as the first dimension (n=1) for extracting a feature vector, and supplies it to the extraction region acquisition unit 2 (step A1).

Next, the extraction region acquisition unit 2 acquires information indicating a first extraction region and a second extraction region of the dimension n from each-dimension extraction region information supplied as an input, and supplies it to the region feature calculation unit 3 (step A2).

Then, the region feature calculation unit 3 calculates a first region feature and a second region feature of the dimension n from the image supplied as an input, and supplies the features to the comparison unit 4 (step A3).

Then, the comparison unit 4 compares the first region feature with the second region feature of the dimension n, quantizes the comparison result, and outputs a quantization index (step A4).

Then, it is determined whether or not output of quantization indexes for all dimensions has been completed (that is, it is determined whether n<N is true or false) (step A5). If output of quantization indexes for all dimensions has been completed (that is, if n<N is false), the processing ends. If output of quantization indexes for all dimensions has not been completed (that is, if n<N is true), the processing proceeds to step A6. At step A6, the dimension determination unit 1 determines the next dimension for extracting a feature vector (n=n+1), and supplies it to the extraction region acquisition unit 2. Then, the processing returns to step A2.

It should be noted that although the extraction processing is performed in order from the dimension 1 to the dimension N, any order may be taken without being limited to this order. Further, it is also possible to perform the extraction processing for a plurality of dimensions in parallel, without limiting to the above processing procedure.

Effects of First Embodiment

Next, advantageous effects of the first embodiment of the present invention will be described.

A first advantageous effect is that the discrimination capability, which is a degree of discriminating different images, of an image signature constituted of feature vectors of a plurality of dimensions can be improved. In particular, this effect is significant with respect to an image having large correlation between local regions of the image.

This is because as the shapes of the regions for extracting the features are different among the dimensions (the shapes of the regions are variable), correlation among the dimensions can be reduced.

A second advantageous effect is that a discrimination capability will not be degraded with respect to an image in which signals concentrate on a particular frequency.

This is because as the shapes of the regions for extracting the features are different among the dimensions (the shapes of the regions are variable), even with respect to an image in which signals concentrate on a particular frequency, a case where there is no difference between features of all (many) pairs of extraction regions (dimensions) at the same time so that the discrimination capability is deteriorated, is less caused.

Second Embodiment Configuration of Second Embodiment

Next, a second embodiment of the present invention will be described in detail with reference to the drawings.

The second embodiment of the present invention differs from the first embodiment in that the comparison unit 4 of the first embodiment shown in FIG. 1 is replaced with a comparison unit 4A shown in FIG. 6 in detail. As the components other than the comparison unit 4A are the same as those of the first embodiment, the description of those components is omitted in this embodiment.

Referring to FIG. 6, the comparison unit 4A includes a difference value calculation unit 43, a quantization boundary determination unit 45, and a quantization unit 44.

The difference value calculation unit calculates a difference value between a first region feature and a second region feature supplied from the region feature calculation unit 3 for each dimension, and supplies the difference value to the quantization boundary determination unit 45 and the quantization unit 44.

If the region features are scalar quantities (e.g., an average luminance), the difference value is a scalar quantity obtained by subtracting the second region feature from the first region feature (or vice versa), for example. If the region features are vector quantities, it is also possible to obtain a difference value of scalar quantities after converting the respective vectors into scalar quantities by means of an arbitrary method. Further, if the region features are vector quantities, it is possible to use a difference vector between the first region feature and the second region feature as a difference value (vector quantity).

When the difference values for all dimensions of the feature vector, supplied from the difference value calculation unit 43, are supplied to the quantization boundary determination unit 45, the quantization boundary determination unit 45 determines the boundary of quantization based on the distribution of the difference values of all dimensions, and supplies information regarding the determined quantization boundary to the quantization unit 44. It should be noted that distribution of the difference values of all dimensions means frequency (probability) of occurrence with respect to the difference values (or the difference vector).

Further, determination of the boundary of quantization means determination of parameters to be assigned to the quantization indexes exclusively without fail, when quantizing the difference values. If the difference value is a scalar quantity, a value range (that is, a threshold) with respect to each quantization index (quantization level) is determined, and such a value range (threshold) is supplied to the quantization unit 43 as information of the quantization boundary, for example. Alternatively, if the difference value is a vector quantity, a parameter for performing vector quantization for example, that is, a representative vector of the respective quantization indexes, for example, is determined and supplied to the quantization unit 44 as information of the quantization boundary.

If the difference value is a scalar quantity and quantization of M value (M=2, 3, . . . etc.) is to be performed, the quantization boundary determination unit 45 may determine the value range (threshold) for quantization based on the distribution of the difference values of all dimensions such that the proportions of the respective quantization indexes, with respect to all dimension, become equal.

For example, as a variation of Expression 1, in the case of performing quantization in 2 values (M=2) using a constant α where the quantization index is +1 if Vn1+α>Vn2 while the quantization index is −1 if Vn1+α≦Vn, the center point of the distribution of the difference values (the point where the integral values of left and right distributions become equal) may be determined to be a threshold a of the quantization such that the proportions of quantization indexes +1 and quantization indexes −1 become equal. Similarly, when performing quantization in M values if the difference values are vector quantities, it is possible to determine regions of the vector space assigned to the respective quantization indexes or determine a representative vector (e.g., center of gravity vector) of the respective quantization indexes when performing vector quantization, such that the proportions of the respective quantization indexes with respect to all dimensions become equal, based on the distribution of the difference vectors of all dimensions. As described above, by allowing the proportions of quantization indexes with respect to all dimensions to be equal (that is, eliminating bias of quantization indexes), the entropy can be increased, so that the identification capability can be improved.

A comparison and quantization method, in which the quantization boundary determination unit 45 determines the boundary of quantization such that the proportions of the quantization indexes with respect to all dimensions become equal and the quantization unit 44 performs quantization based on the determined boundary, is hereinafter referred to as a comparison and quantization method F.

Further, if the difference value is a scalar quantity and quantization is performed in ternary values (quantization indexes are +1, 0, −1) by means of Expression 2, for example, the quantization boundary determination unit 45 may determine a threshold th used for quantization to an quantization index 0 indicating no difference (quantization index is set to be 0 if smaller than or equal to this threshold) based on the distribution of difference values of all dimension, and supply the determined threshold th to the quantization unit 44 (in the comparison unit 4 shown in FIG. 4 of the first embodiment, the threshold th has been set beforehand). For example, the quantization boundary determination unit 45 may calculate absolute values of the difference values of all dimensions, sort the calculated values, and set a point at a predetermined proportion from the top or the bottom (such a predetermined proportion is supplied as an input, for example) to be the threshold th (this comparison and quantization method is hereinafter referred to as a comparison and quantization method G). Further, it is also possible to determine the threshold th not by a predetermined proportion but by a manner by which the proportions of quantization indexes of +1, 0, −1 become close to equal (this comparison and quantization method is hereinafter referred to as a comparison and quantization method H). The comparison and quantization method H corresponds to a specific example of the comparison and quantization method F performed in accordance with Expression 2.

A more specific method of the comparison and quantization method G will be explained with an example where the predetermined percentage is P % (e.g., P=25%). The absolute values of the difference values of all dimensions (the number of dimensions=N) are sorted in ascending order, and a set of the absolute values, sorted in ascending order, of the difference values is indicated as D(i)={D(0), D(1), D(2), . . . D(N−1)}. In this example, the value at a position of P % from the bottom of the order sorted in an ascending manner is D(floor(N*P/100)) for example, and the threshold th=D(floor(N*P/100)). It should be noted that floor( ) is a function in which the places after the decimal point are truncated.

The method in the present embodiment can be compared with the case where the comparison unit 4 takes the configuration shown in FIG. 4, as in the first embodiment. While a predetermined threshold th is supplied as an input in the configuration shown in FIG. 4 of the first embodiment, in the above-described method of the second embodiment, the quantization boundary determination unit 45 calculates a threshold th adaptively with respect to the image, based on the distribution of the difference values of all dimensions. As described above, while the threshold th is fixed in the first embodiment, the threshold th is calculated adaptively with respect to the image in the second embodiment. As the threshold th is calculated adaptively with respect to the image, it is possible to prevent the values of the dimensions of a feature vector from being biased to particular quantization indexes (probability of appearance of particular quantization indexes is high) compared with the case where the threshold th is fixed (particularly with respect to an image having less relief), the discrimination capability can be higher. For example, in the case of using a fixed threshold th as in the first embodiment, quantization indexes become 0 in most of the dimensions (or all of the dimensions) of a feature vector in the image of less relief. However, if an adaptive threshold th of the second embodiment is used, as the threshold is automatically adjusted to a small value with respect to an image having less relief, the case where quantization indexes become 0 in most of the dimensions of the feature vector will not be caused.

The quantization unit 44 performs quantization based on the difference values of the respective dimensions supplied from the difference value calculation unit 43 and the information of the quantization boundary supplied from the quantization boundary determination unit 45, and outputs quantization indexes.

It should be noted that the quantization unit 44 must follow the quantization method which has been expected when the quantization boundary determination unit 45 determined the quantization boundary, because there is no point if the quantization unit 44 performs quantization without taking into account the quantization boundary information output from the quantization boundary determination unit 45.

Operation of Second Embodiment

Next, operation of the image signature extraction device according to the second embodiment will be described with reference to the flowchart of FIG. 7. In the flowchart of FIG. 7, a dimension (number) of a feature vector is indicated by “n”, and there are N dimensions in total from 1 to N.

First, the dimension determination unit 1 determines a dimension 1 as the first dimension (n=1) for extracting a feature vector, and supplies it to the extraction region acquisition unit 2 (step B1).

Next, the extraction region acquisition unit 2 acquires information indicating a first extraction region and a second extraction region of the dimension n from each-dimension extraction region information supplied as an input, and supplies the information to the region feature representative value calculation unit 3 (step B2).

Then, the region feature representative value calculation unit 3 calculates a first region feature and a second region feature of the dimension n from the image supplied as an input, and supplies the features to the difference value calculation unit 43 (step B3).

Then, the difference value calculation unit 43 calculates a difference value between the first region feature and the second region feature of the dimension n, and supplies the difference value to the quantization boundary determination unit 45 and the quantization unit 44 (step B4).

Then, it is determined whether or not the processing up to calculation of the difference values for all dimensions has been completed (that is, it is determined whether n<N is true or false) (step B5). If the processing up to calculation of the difference values for all dimensions has been completed (that is, if n<N is false), the processing proceeds to step B7. If the processing up to calculation of the difference values for all dimensions has not been completed (that is, if n<N is true), the processing proceeds to step B6. At step B6, the dimension determination unit 1 determines the next dimension for extracting a feature vector (n=n+1), and supplies it to the extraction region acquisition unit 2. Then, the processing returns to step B2.

It should be noted that although the extraction processing is performed in order from the dimension 1 to the dimension N in this embodiment, any order may be taken without being limited to this order.

Then, when the difference values for all dimensions of the feature vector supplied from the difference value calculation unit 43 have been supplied, the quantization boundary determination unit 45 determines the boundary of quantization based on the distribution of the difference values of the all dimensions, and supplies the determined quantization boundary information to the quantization unit 44 (step B7).

Then, at step B8, dimension 1 is set (n=1) as the first dimension for performing quantization (quantization indexes are calculated).

Then, the quantization unit 44 performs quantization based on the difference value of the dimension n and the quantization boundary supplied from the quantization boundary determination unit 45, and outputs a quantization index (step B9).

Then, it is determined whether or not output of the quantization indexes for all dimensions has been completed (that is, it is determined whether n<N is true or false) (step B10). If output of the quantization indexes for all dimensions has been completed (that is, if n<N is false), the processing ends. If output of the quantization indexes for all dimensions has not been completed (that is, if n<N is true), the processing proceeds to step B11. At step B11, as a dimension of a feature vector for performing quantization, the next dimension is set (n=n+1). Then, the processing returns to step B9.

It should be noted that although the extraction processing is performed in order from the dimension 1 to the dimension N in this embodiment, any order may be taken without being limited to this order.

Effects of Second Embodiment

Compares with the first embodiment in which the boundary of quantization is fixed, the second embodiment is different in that the boundary of quantization is calculated adaptively (dynamically) with respect to an image. If the boundary of quantization is fixed as in the first embodiment, there is a case where the values of the dimensions of a feature vector are biased to particular quantization indexes (probability of appearance of particular quantization indexes is high) with respect to a particular image (e.g., a flat image having less relief) (entropy is low), causing a problem that the discrimination capability is deteriorated with respect to such an image. On the other hand, if the boundary of quantization is adaptively (dynamically) calculated with respect to an image as in the second embodiment, as it is possible to prevent the case where the values of the dimensions of a feature vector is biased to particular quantization indexes (probability of appearance of particular quantization indexes is high) with respect to any images, the discrimination capability can be improved.

Third Embodiment Configuration of Third Embodiment

Next, a third embodiment of the present invention will be described in detail with reference to the drawings.

Referring to FIG. 8, the configuration of the third embodiment of the present invention is different from that of the first embodiment shown in FIG. 1 in that a region feature calculation method acquisition unit 5 is added, and the region feature calculation unit 3 is replaced with a region feature calculation unit 3A including a first region feature calculation unit 31A and a second region feature calculation unit 32A. As the other components are the same as those of the first embodiment, the explanation thereof is omitted in this embodiment. It should be noted that although a combination with the first embodiment is described in this embodiment, a combination with the second embodiment is also acceptable.

To the region feature calculation method acquisition unit 5, a dimension from the dimension determination unit 1 and each-dimension region feature calculation method information are supplied.

The each-dimension region feature calculation method information is information indicating a method of calculating a region feature in a dimension, which is associated with each dimension of a feature vector, and a prerequisite is that region feature calculation methods must be different among the dimensions. It should be noted that region feature calculation methods being different includes applying different parameters (threshold or the like) to the identical procedure.

In this embodiment, region feature calculation methods include various types of methods described in the explanation of the region feature calculation unit 3 of the first embodiment, and the parameters associated thereto.

It should be noted that the region feature calculation method for each dimension indicated by the each-dimension region feature calculation method information has a minimum condition such that at least one pair of dimensions in which the region feature calculation methods are different should be included in the all dimensions of the feature vector. It is desirable that the number of dimensions in which region feature calculation methods are different is larger, because as the number of such dimensions is larger, the number of dimensions having small correlation between them is smaller in the feature vector, whereby the discrimination capability is higher. For example, the region feature calculation methods may be different in all dimensions in the feature vector.

It should be noted that the information showing the region feature calculation method for each dimension may take any form, if the method of calculating the region feature is uniquely specified.

FIG. 9 shows examples of the region feature calculation methods for respective dimensions. As shown in FIG. 9, the region feature calculation methods are different among the dimensions. Further, as shown in the examples of FIG. 9, features of scalar quantities and vector quantities may be mixed (the 1^(st), 3^(rd), 5^(th), 6^(th), 8^(th), 9^(th), 10^(th), and 12^(th) dimensions are scalar quantities and 2^(nd), 4^(th), 7^(th), and the 11^(th) dimensions are vector quantities).

The region feature calculation method acquisition unit 5 acquires, from the each-dimension region feature calculation method information supplied as an input, information indicating the region feature calculation method associated with the dimension supplied from the dimension determination unit 1, and supplies the information to the region feature calculation unit 3A.

The region feature calculation unit 3A calculates, based on information indicating a first extraction region and a second extraction region supplied from the extraction region acquisition unit for each dimension, a feature of the first extraction region and a feature of the second extraction region as a first region feature and a second region feature, respectively, from the image supplied as an input, according to the information indicating the region feature calculation method supplied from the region feature calculation method acquisition unit 5, and supplies the features to the comparison unit 4.

In the region feature calculation unit 3A, it is necessary that the dimension of the information indicating the extraction region to be supplied and the dimension of the information indicating the region feature calculation method are synchronized.

Operation of Third Embodiment

Next, with reference to the flowchart of FIG. 10, operation of the image signature extraction device according to the third embodiment will be described. In the flowchart of FIG. 10, a dimension (number) of a feature vector is indicated by “n”, and there are N dimensions in total from 1 to N.

First, the dimension determination unit 1 determines a dimension 1 as the first dimension (n=1) for extracting a feature vector, and supplies it to the extraction region acquisition unit 2 and the region feature calculation method acquisition unit 5 (step C1). Next, the extraction region acquisition unit 2 acquires information indicating a first extraction region and a second extraction region of the dimension n from each-dimension extraction region information supplied as an input, and supplies the information to the region feature calculation unit 3A (step C2).

Then, the region feature calculation method acquisition unit 5 acquires information indicating the region feature calculation method corresponding to the dimension n from the each-dimension region feature calculation method information supplied as an input, and supplies the information to the region feature calculation unit 3A (step C3).

Then, the region feature calculation unit 3A calculates a first region feature and a second region feature of the dimension n from the image supplied as an input, and supplies the features to the comparison unit 4 (step C4). Then, the comparison unit 4 compares the first region feature with the second region feature of the dimension n, quantizes the comparison result, and outputs a quantization index (step C5). Then, it is determined whether or not output of the quantization indexes for all dimensions has been completed (step C6). If output of the quantization indexes for all dimensions has been completed, the processing ends. If output of the quantization indexes for all dimensions has not been completed, the processing proceeds to step C7. At step C7, the dimension determination unit 1 determines the next dimension for extracting a feature vector (n=n+1), and supplies it to the extraction region acquisition unit 2 and the region feature calculation method acquisition unit 5. Then, the processing returns to step C2.

It should be noted that although the extraction processing is performed in order from the dimension 1 to the dimension N in this embodiment, any order may be taken without being limited to this order. Further, it is also possible to perform the extraction processing for a plurality of dimensions in parallel, without limiting to such processing procedures. Further, step C2 and step C3 may be in reverse order.

Effect of Third Embodiment

In addition to the advantageous effects of the first embodiment, the third embodiment has an advantageous effect that the discrimination capability which is a degree of discriminating different images can be further improved.

This is because as the region feature calculation methods are different among the dimensions (variable region feature calculation methods are used), correlation among dimensions can be small.

Fourth Embodiment Configuration of Fourth Embodiment

Next, a fourth embodiment of the present invention will be described in detail with reference to the drawings.

Referring to FIG. 11, the configuration of the fourth embodiment of the present invention is different from that of the first embodiment shown in FIG. 1 in that a comparison method acquisition unit 6 is added, and the comparison unit 4 is replaced with a comparison unit 4B. As the other components are the same as those of the first embodiment, the explanation thereof is omitted in this embodiment. It should be noted that although a combination with the first embodiment is described in this embodiment, a combination with the second embodiment and a combination with the third embodiment are also acceptable.

To the comparison unit acquisition unit 6, a dimension from the dimension determination unit 1 and each-dimension comparison method information are supplied.

The each-dimension comparison and quantization method information is information indicating a method of comparing region features in a dimension which is associated with each dimension of a feature vector and performing quantization, and a prerequisite is that comparison and quantization methods must be different among the dimensions. It should be noted that comparison and quantization methods being different includes applying different parameters (threshold, quantization index number, or the like) to the identical procedure.

In this embodiment, comparison and quantization methods include various types of comparison and quantization methods described in the explanation of the comparison unit 4 of the first embodiment, and the parameters associated thereto (threshold, the number of quantization indexes, or the like), and various types of comparison and quantization methods described in the explanation of the comparison unit 4A of the second embodiment, and the parameters associated thereto (threshold, the number of quantization indexes, or the like).

It should be noted that the comparison and quantization method for each dimension indicated by the each-dimension comparison and quantization method information has a minimum condition that at least one pair of dimensions in which the comparison and quantization method is different should be included in the all dimensions of the feature vector. It is desirable that the number of dimensions in which comparison and quantization methods are different is larger, because as the number of such dimensions is larger, the number of dimensions having small correlation between them is larger in the feature vector, whereby the discrimination capability becomes higher. For example, the comparison and quantization methods may be different in all dimensions in the feature vector.

It should be noted that the information showing the comparison and quantization method for each dimension may take any form if the method of comparing and quantizing the region feature is uniquely specified.

FIG. 12 shows examples of the comparison and quantization methods for respective dimensions. As shown in FIG. 12, comparison and quantization methods are different among the dimensions. Further, different parameters (thresholds th) may be set in the same comparison and quantization methods as in the 3^(rd), 5^(th), and 12^(th) dimensions. It should be noted that the examples of comparison and quantization methods for the respective dimensions shown in FIG. 12 are associated with the region feature calculation methods for the respective dimensions shown in FIG. 9. As such, comparison and quantization methods for scalar quantities are shown as examples for the region features of scalar quantities, and comparison and quantization methods for vector quantities are shown as examples for the region features of vector quantities.

The comparison method acquisition unit 6 acquires, from the each-dimension comparison and quantization method information supplied as an input, information indicating the comparison and quantization method corresponding to the dimension supplied from the dimension determination unit 1, and supplies the information to the comparison unit 4B.

The comparison unit 4B compares a first region feature with a second region feature supplied from the region feature calculation unit 3 for each dimension and quantizes, according to the information indicating the comparison and quantization method supplied from the comparison method acquisition unit 6, and outputs a quantization index. The comparison unit 4B may have a configuration including both the comparison unit 4 of the first embodiment and the comparison unit 4B of the second embodiment if necessary, depending on the comparison and quantization method.

In the comparison unit 4B, it is necessary that the dimension of the region feature to be supplied and the dimension of the information indicating the comparison and quantization method are synchronized.

Operation of Fourth Embodiment

Next, with reference to the flowchart of FIG. 13, operation of the image signature extraction device according to the fourth embodiment will be described. In the flowchart of FIG. 13, a dimension (number) of a feature vector is indicated by “n”, and there are N dimensions in total from 1 to N.

First, the dimension determination unit 1 determines a dimension 1 as the first dimension (n=1) for extracting a feature vector, and supplies it to the extraction region acquisition unit 2 and the comparison method acquisition unit 6 (step D1). Next, the extraction region acquisition unit 2 acquires information indicating a first extraction region and a second extraction region of the dimension n from each-dimension extraction region information supplied as an input, and supplies it to the region feature calculation unit 3 (step D2).

Then, the comparison method acquisition unit 6 acquires information indicating the comparison and quantization method corresponding to the dimension n from the each-dimension comparison and quantization method information supplied as an input, and supplies it to the comparison unit 4B (step D3).

Then, the region feature calculation unit 3 calculates a first region feature and a second region feature of the dimension n from the image supplied as an input, and supplies the features to the comparison unit 4B (step D4). Then, the comparison unit 4B compares the first region feature with the second region feature of the dimension n, quantizes the comparison result, and outputs a quantization index (step D5). Then, it is determined whether or not output of the quantization indexes for all dimensions has been completed (step D6). If output of the quantization indexes for all dimensions has been completed, the processing ends. If output of the quantization indexes for all dimensions has not been completed, the processing proceeds to step D7. At step D7, the dimension determination unit 1 determines the next dimension for extracting a feature vector (n=n+1), and supplies it to the extraction region acquisition unit 2 and the comparison method acquisition unit 6. Then, the processing returns to step D2.

It should be noted that although the extraction processing is performed in order from the dimension 1 to the dimension N in this embodiment, any order may be taken without being limited to this order. Further, it is also possible to perform the extraction processing for a plurality of dimensions in parallel, without limiting to such processing procedures. Further, step D2 and step D3 may be in reverse order, and step D3 may be performed immediately before step D5.

Effect of Fourth Embodiment

In addition to the advantageous effects of the first embodiment, the fourth embodiment has an advantageous effect that the discrimination capability which is a degree of discriminating different images can be further improved.

This is because as the comparison and quantization methods are different among the dimensions (variable comparison and quantization methods are used), correlation between dimensions can be small.

Fifth Embodiment Configuration of Fifth Embodiment

Next, a fifth embodiment of the present invention will be described in detail with reference to the drawings.

Referring to FIG. 20, the configuration of the fifth embodiment of the present invention is different from that of the first embodiment shown in FIG. 1 in that an encoding unit 7 is added. As the other components are the same as those of the first embodiment, the explanation thereof is omitted in this embodiment. It should be noted that although a combination with the first embodiment is described in this embodiment, a combination with the second embodiment, the third embodiment, or the fourth embodiment is also acceptable.

The encoding unit 7 encodes the quantization index vector supplied from the comparison unit 4 into a format which is uniquely decodable so as to reduce the amount of data, and outputs the encoded quantization index vector.

The encoding unit 7 may encode the quantization index vector to have a smaller amount of data by collectively encoding a plurality of dimensions, rather than independently encoding each of the dimensions of the quantization index vector.

Now, a method of effectively encoding the quantization index vector by the encoding unit 7, when the quantization indexes are calculated based on Expression 2, will be described. When the quantization indexes are calculated based on Expression 2, the quantization index of each dimension may take any one of three values (+1, 0, −1). If encoding is performed independently on each dimension, 2 bits (=4 states) is required for each dimension. Now, if encoding is collectively performed on 5 dimensions (5 dimensions may be of any combinations, including continuous 5 dimensions, for example), the number of states is 3 to the fifth power=243 states, which can be represented as 1 bite=8 bits (=256 states) (within 256 states). In that case, the average number of bits required for one dimension is 8/5=1.6 bits, whereby the amount of data can be reduced compared with the case of performing encoding independently for each dimension (reduction of 0.4 bit per dimension is possible). For example, if the total number of dimensions of the quantization index vector is 300 dimensions, when encoding is performed independently for each dimension, 2 bits*300=600 bits=75 bytes. On the other hand, when encoding is performed collectively on 5 dimensions, 1.6 bits*300=480 bites=60 bytes, whereby 15 bytes can be reduced.

A specific example of performing encoding on each 5 dimensions in a ternary value (+1, 0, −1), calculated according to Expression 2, will be described below. While each set of 5 dimensions may take any combination, there is a method of performing encoding on each set of continuous 5 dimensions. This means that the 1^(st) dimension to the 5^(th) dimension are collectively encoded, the 6^(th) dimension to the 10^(th) dimension are collectively encoded, and the 11^(th) dimension to the 15^(th) dimension are collectively encoded (of course, any combination of 5 dimensions is acceptable if they do not overlap each other). Assuming that the values of the quantization indexes of 5 dimensions to be collectively encoded are Q_(n), Q_(n+1), Q_(n+2), Q_(n+3), and Q_(n+4) (each of which takes any value of +1, 0, −1), a value Z which is encoded according to the following expression can be calculated, for example.

Z={3⁴*(Q _(n)+1)}+{3 ³*(Q _(n+1)+1)}+{3 ²*(Q _(n+2)+1)}+{3 ¹*(Q _(n+3)+1)}+{3⁰*(Q _(n+4)+1)}  [Expression 3]

As the coded value Z takes a value from 0 to 242 (243 states), the quantization index values are encoded as 1-bite (8-bit) data. It should be noted that the method of mapping the quantization index values Q_(n), Q_(n+1), Q_(n+2), Q_(n+3), and Q_(n+4) of five dimensions, encoded collectively, to be a value from 0 to 242 (243 states) is not limited to Expression 3. Any methods may be used if a different combination of quantization indexes in five dimensions is mapped into a different value (value in 243 states). It is possible to calculate mapping (a value after encoding) and perform encoding based on a given expression such as Expression 3, or to generate and store a correspondence table for mapping beforehand and then acquire mapping (a value after encoding) with reference to the stored correspondence table and perform encoding.

The method of effectively performing encoding when the quantization indexes are calculated based on Expression 2, as described in paragraphs 0142 to 0145, is not limited to the case where the quantization indexes are calculated based on Expression 2, but may be applicable to any quantization index vector if the quantization indexes are in the state of ternary values. This means that if a quantization index vector consists of quantization indexes in the state of ternary values, 5 dimensions can be encoded collectively in 1 byte=8 bits. As 243 types of different combinations of quantization indexes of 5 dimensions, in the state of ternary values, are available, by mapping the respective combinations to values from 0 to 242 (243 states), they can be encoded with 1 byte=8 bits. This mapping may be performed by calculating the mapping (value after encoding) based on a given expression such as Expression 3 and performing encoding, or generating and storing a correspondence table for mapping beforehand and then acquiring mapping (a value after encoding) with reference to the stored correspondence table and performing encoding.

As described above, by encoding a plurality of dimensions of a quantization index vector collectively rather than encoding each dimension independently, there is an advantageous effect that encoding can be performed while reducing the amount of data, compared with the case of encoding each dimension of the quantization index vector independently.

This is not limited to the case where quantization indexes are represented in the state of ternary values. For example, if quantization indexes are represented in the state of five values, by encoding 3 dimensions collectively, the number of states is 5 to the third power=125 states, whereby the quantization indexes can be encoded in 7 bits=128 states (within 128 states). If 3 dimensions are encoded independently, 3 bits (8 states)*3 dimensions=9 bits are required. As such, by encoding 3 dimensions collectively, it is possible to reduce 2 bits.

It should be noted that when performing matching on encoded quantization index vectors output from the encoding unit 7 (when comparing a quantization index vector extracted from an image with a quantization index vector extracted from another image to determine whether or not the images are identical), it is also possible to decode the value of the quantization index of each dimension in the encoded state (in the above example, decoding the encoded value to the quantization index value of +1, 0, or −1 for each dimension), and based on the decoded quantization index value, calculate the identity scale (the number of dimensions in which quantization indexes coincide (similarity)) or the number of dimensions in which quantization indexes do not coincide (Hamming distance).

Further, with use of a lookup table, it is also possible to perform matching in the encoded state, without decoding the value to the quantization index value for each dimension. This means that by storing identity scales (similarity value or distance) in the form of a table (lookup table) for each encoded unit beforehand and referring to the lookup table, it is possible to acquire the identity scale (similarity value or distance) for each encoded unit and sum the identity scales (calculate the total, for example) to thereby obtain the identity scale of the all dimensions.

For example, in the case where 5 dimensions are collectively encoded in 1 byte (8 bits), as each 5-dimension unit is in any of 243 states, it is possible to address by generating a lookup table of a 243*243 size beforehand. Namely, identity scales between the all available combination states (243 states by 243 states) of codes of two 5-dimension units to be compared, that is, the number in which quantization indexes coincide in the 5 dimensions (similarity value) or the number in which quantization indexes do not coincide in the 5 dimensions (Hamming distance) are calculated, and is stored as a lookup table of a 243*243 size, beforehand. With this table, it is possible to acquire the identity scale for each 5-dimension unit with reference to the lookup table for each 5-dimension unit (without decoding the encoded value to the quantization index of each dimension). For example, if the total number of dimensions of a quantization index vector is 300 dimensions, as 5 dimensions are encoded in 1 byte so that the quantization index vector is encoded in 60 bytes in total, the identity scale (similarity value or Hamming distance) of the entire vector (300 dimensions) can be calculated by referring to the lookup table 60 times, acquiring the identity scale for each 5-dimension unit, and summing them. With use of the lookup table, as it is possible to perform matching (calculation of identity scale) without decoding the encoded value to the quantization index of each dimension, there is an advantageous effect that the processing cost for matching (calculation of identity scale) can be reduced and matching can be performed at a high speed.

Further, even in the case of calculating the identity scale between two quantization index vectors based on more complicated expression, rather than simply calculating the identity scale as the number of dimensions in which quantization indexes coincide (similarity value) or the number of dimensions in which quantization indexes do not coincide (Hamming distance), with use of a lookup table, it is also possible to perform matching (calculation of identity scale), without decoding the values to the quantization indexes of the respective dimensions. For example, as an identity scale of quantization index vectors in which the quantization indexes are calculated based on Expression 2, a method of calculating an identity scale as shown below will be considered. First, corresponding dimensions of the quantization index vectors of two images are compared, the number of dimensions in which not “both quantization indexes are 0” is calculated, and this value is set to be A. Next, in the dimensions in which not “both quantization indexes are 0”, the number of dimensions in which the quantization indexes coincide is calculated as B (or in the dimensions in which not “both quantization indexes are 0”, the number of dimensions in which the quantization indexes do not conform is calculated as C). Then, an identity scale is calculated as B/A (or an identity scale is calculated as C/A). If A=0 (that is, if both quantization indexes are 0 in every dimensions), the identity scale is set to be a predetermined numerical value (e.g., 0.5). When such a method of calculating an identity scale is adopted, it is necessary to calculate two values of A and B (or values of C). In that case, it is possible to address by generating a lookup table having a size of 243*243 for referring to the values of A for each 5-dimension unit and a lookup table having a size of 243*243 for referring the values of B (or C) for each-5-dimensions unit, beforehand. This means that the values of A between all available combination states (243 states by 243 states) (the number of dimensions in which not “both quantization indexes are 0”) and the values of B (or values of C) between all available combination states (243 states by 243 states), for the signs of two 5-dimension units to be compared, are calculated beforehand. Then, each of them is stored as a lookup table having a size of 243*243. Thereby, it is possible to acquire the values of A and the values of B (or the values of C) for each 5-dimension unit with reference to the lookup tables (without decoding the quantization indexes of the respective dimensions). For example, if the total number of dimensions of a quantization index is 300 dimensions, as they are encoded in 1 byte per 5 dimensions, that is, 60 bytes in total, it is possible to calculate the values of A and the values of B (or values of C) by acquiring the values of A and the values of B (or values of C) for each 5-dimension unit with reference to the lookup tables 60*2 times, and summing the values of A and the values of B (or values of C) of all dimensions (300 dimensions). Finally, by calculating B/A (or C/A), the identity scale can be calculated. As described above, even in the case of calculating the identity scale based on more complicated expressions rather than simply calculating the identity scale as the number of dimensions in which quantization indexes coincide (similarity) or the number of dimensions in which quantization indexes do not coincide (Hamming distance), it is possible to perform matching (calculation of the identity scale) with reference to the lookup tables without decoding the values to the quantization indexes or the respective dimensions. This provides advantageous effects that the processing costs for matching (calculation of identity scale) can be reduced, and matching (calculation of identity scale) can be performed at a higher speed.

Effect of Fifth Embodiment

It is possible to output a quantization index vector in a smaller amount of data.

Next, sixth to eighth embodiments of the present invention will be described.

Sixth Embodiment

In the sixth embodiment, the number of dimensions of a feature vector to be extracted is 300 dimensions (from 1^(st) dimension to 300^(th) dimension).

In the sixth embodiment, the extraction regions (first extraction regions and second extraction regions) for respective dimensions are formed of quadrangles in various shapes. FIG. 14 shows each-dimension extraction region information to be supplied to the extraction region acquisition unit 2 as an input in the sixth embodiment. FIG. 14 shows XY coordinate values of the four corners of the quadrangles of the extraction regions (first extraction regions and second extraction regions) for the respective dimensions, with respect to the image size of 320 pixel wide and 240 pixel long, which is a defined image size. For example, the extraction regions for a 1^(st) dimension is formed of a first extraction region consisting of a quadrangle with four corners having a coordinate value (262.000, 163.000), a coordinate value (178.068, 230.967), a coordinate value (184.594, 67.411), and a coordinate value (100.662, 135.378), and a first extraction region consisting of a quadrangle with four corners having a coordinate value (161.000, 133.000), a coordinate value (156.027, 132.477), a coordinate value (164.240, 102.170), and a coordinate value (159.268, 101.647).

The extraction regions (first extraction region and second extraction region) for each dimension is a set of pixels having coordinate values of integer values included in a region defined by these coordinate values of the four corners, with respect to the image normalized to an image size of 320 pixel wide and 240 pixel long. However, negative coordinate values included in the region defined by the four corners are not included in the extraction region.

FIG. 15 shows each-dimension region feature calculation method information supplied to the region feature calculation method acquisition unit 5 as an input, in the sixth embodiment. In the sixth embodiment, an average luminance of a group of pixels included in each of the extraction region (first extraction region and second extraction region) serves as a region feature of each of the extraction regions, for every dimension.

FIG. 17 shows each-dimension comparison and quantization method information supplied to the comparison method acquisition unit 6 as an input, in the sixth embodiment. In the sixth embodiment, the comparison and quantization method B or the comparison and quantization method G is used for each dimension, and the value of the parameter is also different for each dimension. For example, in the 1^(st) dimension, the comparison and quantization method G is used, and the threshold th is D(floor(300*5.0/100)). In the 2^(nd) dimension, the comparison and quantization method G is used, and the threshold th is D(floor(300*10.0/100)). Further, in the 9^(th) dimension, for example, the comparison and quantization method B is used, and the threshold th is 3.0.

Seventh Embodiment

In the seventh embodiment, the number of dimensions of a feature vector to be extracted is 300 dimensions (from 1^(st) dimension to 300^(th) dimension), as in the sixth embodiment. In the seventh embodiment, as each-dimension extraction region information supplied to the extraction region acquisition unit 2 as an input, the information shown in FIG. 14 is used, as in the sixth embodiment. Further, in the seventh embodiment, as each-dimension comparison and quantization method information supplied to the comparison method acquisition unit 6 as an input, the information shown in FIG. 17 is used, as in the sixth embodiment.

FIG. 16 shows each-dimension region feature calculation method information supplied to the region feature calculation method acquisition unit 5 as an input, in the seventh embodiment. In the seventh embodiment, for each dimension, an average luminance of a group of pixels included in the extraction regions (first extraction region and second extraction region) or a percentile luminance feature is used, and the feature is different for each dimension even if the same percentile luminance feature is used. For example, in the 1^(st) dimension, an average luminance of the pixels included in the extraction regions is used. In the 4^(th) dimension, for example, a percentile luminance feature is used, and the value is Y(floor(N*20.0/100)). Further, in the 8^(th) dimension, a percentile luminance feature is used, and the value is Y(floor(N*80.0/100)).

Eighth Embodiment

In an eighth embodiment, the number of dimensions of a feature vector to be extracted is 325 dimensions (1^(st) dimension to 325^(th) dimension). In the eighth embodiment, each region consists of a combination of blocks among 1024 pieces of blocks formed by dividing an image into 32 pieces vertically and 32 pieces horizontally. To the respective blocks, indexes starting from 0 are assigned from the upper left part as shown in FIG. 28, and the regions are described using those indexes. Specifically, a rectangle region is indicated using an index “a” of the upper left block and an index “b” of the lower right block in a manner of “a-b”. For example, a rectangle, formed of four blocks having indexes of 0, 1, 32, and 33, is described as 0-33. Further, if rectangles formed in this manner are linked using a sign “|”, they represent a region formed by linking the rectangles before and after the sign. For example, 0-33|2-67 indicates a region formed by linking a rectangle defined by 0-33 and a rectangle defined by 2-67, that is, a region formed by the block numbers 0, 1, 2, 3, 32, 33, 34, 35, 66, and 67.

FIG. 26 shows the regions, described in this manner, corresponding to the respective dimensions of the eighth embodiment. In the figures, the 325 dimensions are described by classifying them by the type in FIG. 29-a, FIG. 29-b, FIG. 29-c, FIG. 29-d, FIG. 29-e, FIG. 29-f, and FIG. 29-g. In these figures, the type of a region means a group consisting of the dimensions having similar region patterns determined by the combinations of relative positions or shapes between the first and second extraction regions.

Specifically, FIG. 29-a corresponds to the case where two regions, formed by dividing a square defined by four blocks vertically and four blocks horizontally into two in a vertical or horizontal direction, are used as first and second extraction regions, an example of which is shown in FIG. 31-a. As such, the shape of both the first and second extraction regions is a rectangle defined by four blocks vertically and two blocks horizontally or a rectangle defined by two blocks vertically and four blocks horizontally. Further, regarding the relative position between the first and second extraction regions, they are present at positions adjacent to each other such that the longitudinal sides of the rectangles overlap each other.

FIG. 29-b corresponds to the case where two regions, formed by equally dividing a square defined by eight blocks vertically and eight blocks horizontally in vertical and horizontal directions into four squares and combining the upper left and lower right squares and combining the upper right and lower left squares, respectively, are used as a first and second extraction regions, an example of which is shown in FIG. 31-b. As such, the shape of both the first and second extraction regions is that two squares, defined by two blocks vertically and two blocks horizontally, are arranged on a diagonal line at an angle of 45 degrees or 135 degrees so as to share one vertex. Further, regarding the relative position between the regions, the two squares constituting the second region are present at a position adjacent to the left and below of the upper left square of the first region.

In the case of FIG. 29-c, the shape of both the first and second extraction regions is a square defined by 10 blocks vertically and 10 blocks horizontally, an example of which is shown in FIG. 31-c. Regarding the relative position between the first and second extraction regions, they are present at positions distant by the integral multiple of 10 blocks vertically and horizontally from each other.

In the case of FIG. 29-d, the shape of both the first and second extraction regions is a square defined by 8 blocks vertically and 8 blocks horizontally, an example of which is shown in FIG. 31-d. Regarding the relative position between the first and second extraction regions, they are present at positions distant by the integral multiple of 6 blocks vertically and horizontally from each other.

FIG. 29-e corresponds to the case where two regions, formed by dividing a square region into a center portion and an outside portion, are used as a first and second extraction regions, an example of which is shown in FIG. 31-e. As such, the shape of the second extraction region is a square of the center portion, and the shape of the first extraction region is a square in which the second extraction region is cut out from the whole square. Further, regarding the relative position between the regions, the second region is present at the center hole of the first region.

In the case of FIG. 29-f, the shape of the first extraction region is a rectangle defined by 6 blocks vertically and 10 blocks horizontally, and the shape of the second extraction region is a rectangle defined by 10 blocks vertically and 6 blocks horizontally, an example of which is shown in FIG. 31-f. Regarding the relative position between the first and second extraction regions, they are arranged such that the center positions thereof coincide.

FIG. 29-g corresponds to the case where two regions, formed by dividing a rectangle defined by 4 blocks vertically and 12 blocks horizontally or a rectangle defined by 12 blocks vertically and 4 blocks horizontally into a center square region formed by trisecting the longitudinal side and the other region, are used as a first and second extraction regions, an example of which is shown in FIG. 31-g. As such, the shape of the first region is in two squares defined by four blocks vertically and four blocks horizontally separated from each other by four blocks vertically or horizontally, and the shape of the second extraction region is a square defined by four blocks vertically and four blocks horizontally. Further, regarding the relative position between the regions, the second region is present between the squares of the first region.

Hereinafter, the region types of FIG. 29-a, FIG. 29-b, FIG. 29-c, FIG. 29-d, FIG. 29-e, FIG. 29-f, and FIG. 29-g are respectively referred to as a region type a, a region type b, a region type c, a region type d, a region type e, a region type f, and a region type g.

In the eighth embodiment, an average of the luminance values is calculated as a region feature in each region shown in FIG. 29 and a feature of each dimension is calculated. Of course, it is possible to obtain a value extracted by the previously-described various extraction methods, such as a median or a maximum value, instead of the average of the luminance values as a region feature.

For quantizing the feature of each dimension, a threshold is set for each of the types of the regions to perform quantization. For example, when quantizing a feature into ternary values according to Expression 2, a threshold th for quantization is determined such that the proportion of occurrence of 0, 1, and −1 becomes equal for each of the types of regions, and quantization is performed. Specifically, a threshold th is obtained by applying the method described in paragraph 0085 for each type of region, in which P=33.333% and N represents the number of dimensions for each type of region. For example, as N=113 in the region type a, a threshold is calculated by th=D(floor(113*33.333/100))=D(37). It should be noted that D(i) (i=0, 1, . . . , N−1) is a set in which the absolute values of the difference values of the 1^(st) dimension to the 113^(th) dimension are sorted in ascending order. In this case, an index corresponding to the threshold is 37. Similarly, an index corresponding to a threshold can be obtained for another region type, as shown in FIG. 30. By obtaining a threshold for each region type as described above, it is possible to uniform the occurrence probability of 0, 1, and −1 in each dimension, compared with the case of determining a threshold collectively, whereby the discrimination capability is improved. Of course, it is possible to perform quantization by the other various quantization methods which have been described above.

It should be noted that in the case of the eighth embodiment, it is also possible to first calculate a representative value for each block (e.g., an average luminance of pixels within a block) shown in FIG. 28, and then extract a region feature. Thereby, extraction can be performed at a higher speed than the case of directly extracting a region feature from all pixels within the region. Further, extraction regions of each region type have a symmetric property as a whole. As such, even in the cases where right and left or up and down of images are inverted, by changing the correspondence relation and signs of the dimensions appropriately, it is possible to restore the features of the original image from the features extracted from the image in which right and left or up and down are inverted. As such, matching can also be performed on an image in which right and left or up and down are inverted.

[Embodiment of Matching Unit]

Next, a matching unit which performs matching between quantization index vectors output in the present invention will be described using a block diagram.

Referring to FIG. 21 showing a block diagram of a matching unit which performs matching between quantization index vectors output in the present invention, a matching unit 100 includes a dimension determination unit 101, quantization value acquisition units 102 and 103, and a scale calculation unit 104.

The dimension determination unit 101 is connected to the quantization value acquisition units 102 and 103, and outputs determined dimension information. The quantization value acquisition unit 102 acquires, from a first quantization index vector, a quantization index value of the dimension input from the dimension determination unit 101, and outputs the value to the scale calculation unit 104 as a first quantization index value. The quantization value acquisition unit 103 acquires, from a second quantization index vector, a quantization index value of the dimension input from the dimension determination unit 101, and outputs the value to the scale calculation unit 104 as a second quantization index value. The scale calculation unit 104 calculates a scale indicating the identity from the first and second quantization index values output from the quantization value acquisition units 102 and 103, and outputs it.

Next, operation of the matching unit 100 shown in FIG. 21 will be described.

First, to the matching unit 100, the first quantization index vector which is a quantization index vector extracted from a first image, and a second quantization index vector which is a quantization index vector extracted from a second image, are input. The input first and second quantization index vectors are respectively input to the quantization value acquisition units 102 and 103.

To the quantization value acquisition units 102 and 103, dimension information output from the dimension determination unit 101 is also input. The dimension determination unit 101 sequentially outputs information designating respective dimensions of the quantization index vectors which are N dimension vectors. The output order is not necessarily incremented by one from 1 to N, and may be in any order if all dimensions from 1 to N are designated without deficiency and excess.

The quantization value acquisition units 102 and 103 acquire, from the input quantization index vectors, quantization index values of the dimension designated in the dimension information output from the dimension determination unit 101, and output the acquired quantization index values to the scale calculation unit 104.

The scale calculation unit 104 compares the first quantization index value output from the quantization value acquisition unit 102 with the second quantization index value. This comparison is performed on the respective dimensions, and a similarity scale (or distance scale) between the first and second quantization index vectors is calculated as an identity scale.

The acquired identity scale is compared with a predetermined threshold to determine the identity. If the identity scale is a scale indicating the similarity value, they are determined to be identical if the scale value is equal to or larger than the threshold. On the other hand, if the identity scale is a scale indicating the distance, they are determined to be identical if the scale value is smaller than or equal to the threshold.

Next, operation of the matching unit 100 shown in FIG. 21 will be described using a flowchart. First, operation in the case of using a similarity value as an identity scale will be described.

FIG. 22 is a flowchart showing the operation of the matching unit 100. In the flowchart of FIG. 22, a dimension (number) of a feature vector is indicated by “n”, and there are N dimensions in total from 1 to N. Further, a variable for calculating the similarity value is indicated by B.

First, the dimension determination unit 101 determines a dimension 1 as the first dimension (n=1) of the quantization index vector to be matched, and supplies it to the quantization acquisition units 102 and 103 and sets the variable B to be 0 in the scale calculation unit 104 (step S100).

Then, the quantization acquisition units 102 and 103 acquire a first quantization index value and a second quantization index value of the dimension n from the first quantization index vector and the second quantization index vector, and supply them to the scale calculation unit 104 (step S102).

Then, the scale calculation unit 104 calculates, from the first quantization index value and the second quantization index value, a similarity value ΔB between the features corresponding to the respective quantization indexes (step S104). For example, ΔB=1 when the quantization indexes conform to each other, and ΔB=0 in other cases. Alternatively, it is also possible to calculate representative values of the features before quantization from the quantization indexes and use a value, which is increased as the difference between the representative values is smaller, as ΔB. In that case, instead of obtaining a difference by calculating the representative values of the features, it is possible to hold a table in which the value of ΔB is acquired from a combination of quantization index values, and directly obtain the value of ΔB using the table from the combination of the quantization index values.

Next, the value of ΔB is added to the variable B (step S106). At this point, if the value of ΔB is 0, it is possible to control not to add, rather than adding 0 to the variable B.

Next, it is checked whether the dimension number n reaches the number of dimensions N (step S108), and if the number does not reach, the processing moves to step S112, while if the number reached, the value of the variable B at that point is output as an identity scale (scale indicating a similarity value) (step S110) and the processing ends.

At step 112, the dimension determination unit 101 determines the next dimension from n=n+1 as the dimension for acquiring quantization indexes, and supplies it to the quantization value acquisition units 102 and 103. Then, the processing returns to step S102.

It should be noted that although the extraction processing is performed in order from the dimension 1 to the dimension N, any order may be taken without being limited to this order.

Next, operation in the case of using a distance as an identity scale will be described.

FIG. 23 is another flowchart showing the operation of the matching unit 100. Also in the flowchart of FIG. 23, a dimension (number) of a feature vector is indicated by “n”, and there are N dimensions in total from 1 to N. Further, a variable for calculating a distance scale is indicated by C.

While the basic flow is similar to that of FIG. 22, FIG. 23 is different in that steps S100, S104, S106, and S110 are respectively replaced with steps S200, S204, S206, and S210.

First, at step S200, the dimension determination unit 101 determines a dimension 1 as the first dimension (n=1) of the quantization index vector to be matched, and supplies it to the quantization acquisition units 102 and 103 and sets the variable C to be 0 in the scale calculation unit 104.

At step S204, the scale calculation unit 104 calculates, from the first quantization index value and the second quantization index value, a distance ΔC between the features corresponding to the respective quantization indexes. For example, ΔC=0 when the quantization indexes conform to each other, and ΔC=1 in other cases. It is also possible to calculate representative values of the features before quantization from the quantization indexes, and use a value, which is decreased as the difference between the representative values is smaller, as ΔC. In that case, instead of obtaining a difference by calculating the representative values of the features, it is possible to hold a table in which the value of ΔC is acquired from a combination of quantization index values, and directly obtain the value of ΔC using the table from the combination of the quantization index values.

At step S206, the value of ΔC is added to the variable C. At this point, if the value of ΔC is 0, it is possible to control not to add, rather than adding 0 to the variable C.

At step S210, the value of the variable C at that point is output as an identity scale (scale indicating a distance) and the processing ends.

The other steps are the same as those in the case of FIG. 22. However, if the dimension number n reached the number of dimensions N at step S108, the processing moves to step S210.

It should be noted that although the extraction processing is performed in order from the dimension 1 to the dimension N, any order may be taken without being limited to this order.

Next, description will be given for the operation in the case where a dimension in which “both quantization indexes are 0” for the first quantization index value and the second quantization index value is eliminated, and a similarity value is used as an identity scale.

FIG. 24 is another flowchart showing the operation of the matching unit 100. Also in the flowchart of FIG. 24, a dimension (number) of a feature vector is indicated by “n”, and there are N dimensions in total from 1 to N. Further, a variable for calculating the similarity value is indicated by B, and a variable for counting the dimensions in which not “both quantization indexes are 0” is indicated by A.

First, the dimension determination unit 101 determines a dimension 1 as the first dimension (n=1) of the quantization index vector to be matched, and supplies it to the quantization acquisition units 102 and 103, and sets the variables A and B to be 0 in the scale calculation unit 104 (step S300), and then moves to step S102.

Step S102 is the same as the case of FIG. 22, and when step S102 ends, the processing moves to step S314.

At step S314, the scale calculation unit 104 checks whether or not both the first quantization index value and the second quantization index value are 0. If both values are 0, the processing moves to step S108, while if either of them is not 0, the value of the variable A is incremented by one (step S316), and the processing moves to step S104.

The processing at steps S104, S106, S108, and S112 is the same as that in the case of FIG. 22. If the dimension number n reached the number of dimensions N at step S108, the processing moves to step S310.

At step S310, the scale calculation unit 104 calculates the value of B/A and outputs it as an identity scale, and ends the processing. However, if A=0, the scale calculation unit 104 outputs a predetermined value (e.g., 0.5).

It should be noted that although the extraction processing is performed in order from the dimension 1 to the dimension N, any order may be taken without being limited to this order.

[Another Embodiment of Matching Unit]

Next, another embodiment of a matching unit which performs matching between quantization index vectors output in the present invention will be described using a block diagram.

Referring to FIG. 25 showing a block diagram of a matching unit 200 which performs matching between quantization index vectors output in the present invention, the matching unit 200 includes a code determination unit 201, code value acquisition units 202 and 203, and a scale calculation unit 204.

The code determination unit 201 is connected to the code value acquisition units 202 and 203, and outputs determined code designation information. The code value acquisition unit 202 acquires, from a first encoded quantization index vector, a value of a code designated by code designation information input from the code determination unit 201, and outputs the value to the scale calculation unit 204 as a first code value. The code value acquisition unit 203 acquires, from a second encoded quantization index vector, a value of a code designated by the code designation information input from the code determination unit 201, and outputs the value to the scale calculation unit 204 as a second code value. The scale calculation unit 204 calculates the scale indicating the identity from the first and second code values respectively output from the code value acquisition units 202 and 203, and outputs it.

Next, operation of the matching unit 200 shown in FIG. 25 will be described.

First, to the matching unit 200, a first encoded quantization index vector which is a vector generated by encoding the quantization index vector extracted from a first image, and a second encoded quantization index vector which is a vector generated by encoding the quantization index vector extracted from a second image, are input. It should be noted that an encoded quantization index vector is a code string consisting of codes obtained by collectively encoding quantization index values of a quantization index vector for a plurality of dimensions. As described in paragraph 0142, when the features of the respective dimensions of a feature vector are quantized into ternary values and are collectively encoded by 5 dimensions, one code is generated for each five dimensions. As such, if the number of dimensions of a feature vector is N, N/5 pieces of codes are generated. In that case, an encoded quantization index vector is a code string consisting of N/5 pieces of codes.

The input first and second encoded quantization index vectors are respectively input to the code value acquisition units 202 and 203.

To the code value acquisition units 202 and 203, the code designation information output from the code determination unit 201 is also input. The code determination unit 201 sequentially outputs information designating respective codes in the code string. If the number of codes in the code string is M (in the above example, M=N/5), the output order is not necessary incremented by one from 1 to M, and may be in any order if all values from 1 to M are designated without deficiency and excess.

The code value acquisition units 202 and 203 acquire, from the input encoded quantization index vectors, the values of the code designated in the code designation information output from the code determination unit 201, and output the acquired code values to the scale calculation unit 204.

The scale calculation unit 204 compares the first code value with the second code value, which are output from the code acquisition units 201 and 202. In this process, the code values are directly compared, without being decoded to the quantization index values. As described in paragraphs 0150 to 0152, a lookup table is prepared with which an identity scale between the codes are obtained from the two code values, and the identity scale is calculated in code units with use of this table. This process is performed on the respective codes, whereby a similarity scale (or distance scale) between the first and second code values is calculated as an identity scale.

The acquired identity scale value is compared with a predetermined threshold to determine the identity. If the identity scale is a scale indicating a similarity value, they are determined to be identical if the scale value is equal to or larger than the threshold. On the other hand, if the identity scale is a scale indicating a distance, they are determined to be identical if the scale value is smaller than or equal to the threshold.

Next, operation of the matching unit 200 shown in FIG. 25 will be described using a flowchart. First, operation in the case of using a similarity value as an identity scale will be described.

FIG. 26 is a flowchart showing the operation of the matching unit 200. In the flowchart of FIG. 26, a code number of the encoded quantization index vector is indicated by “m”, and there are M dimensions in total from 1 to M. Further, a variable for calculating the similarity value is indicated by B.

First, the code determination unit 201 determines to acquire a first code (m=1) as the first code of the encoded quantization index vector to be matched, and supplies it to the code value acquisition units 202 and 203 and sets the variable B to be 0 in the scale calculation unit 204 (step S600).

Then, the code value acquisition units 202 and 203 acquire the m^(th) first code value and second code value from the first encoded quantization index vector and the second encoded quantization index vector, and supply them to the scale calculation unit 204 (step S602).

Then, the scale calculation unit 204 calculates, from the first code value and the second code value, a similarity value ΔB between the features of the plurality of dimensions corresponding to the respective code values, with reference to the lookup table described in paragraph 0150 (step S604).

Next, the value of ΔB is added to the variable B (step S106). At this point, if the value of ΔB is 0, it is possible to control not to add, rather than adding 0 to the variable B.

Next, it is checked whether the code number m reaches the number of codes M (step S608), and if the number does not reach, the processing moves to step S612, while if the number reached, the value of the variable B at that point is output as an identity scale (scale indicating similarity value) (step S110) and the processing ends.

At step 612, the code determination unit 201 determines the next code number from m=m+1 as the dimension for acquiring quantization indexes, and supplies it to the code value acquisition units 202 and 203 as code designation information. Then, the processing returns to step S602.

It should be noted that although the extraction processing is performed in order from the code number m to the dimension M, any order may be taken without being limited to this order. Further, although the description has been given for the case of calculating the similarity value, it is also possible to calculate a distance scale as an identity scale in a similar manner. In that case, a lookup table is adapted to store distance scales, rather than similarity values.

FIG. 27 is another flowchart showing the operation of the matching unit 200. Also in the flowchart of FIG. 27, a code number of an encoded quantization index vector is indicated by “m”, and there are M dimensions in total from 1 to M. Further, a variable for calculating the similarity value is indicated by B, and a variable for counting the dimensions in which not “both quantization indexes are 0” is indicated by A.

First, the code determination unit 201 determines to acquire a first code (n=1) as the first code of the encoded quantization index vector to be matched, and supplies it to the code value acquisition units 202 and 203, and sets the variables A and B to be 0 in the scale calculation unit 204 (step S700), and then moves to step S602.

Step S602 is the same as the case of FIG. 26, and when the step ends, the processing moves to step S714.

At step S714, the scale calculation unit 204 checks the number of dimensions in which not “both values are 0” within the dimensions of the feature vectors corresponding to the code value, from the first code value and the second code value. The number of dimensions is set to ΔA. This can also be calculated using the lookup table describing the relations between the code values and ΔA, as describe in paragraph 0152.

Then, the value of ΔA is added to the variable A (step S716). At this point, if the value of ΔA is 0, it is possible to control not to add, rather than adding 0 to the variable A.

The processing at steps S604, S106, S608, and S612 is the same as that in the case of FIG. 26. If the code number m reached the number of codes M at step S608, the processing moves to step S310.

At step S310, the scale calculation unit 204 calculates the value of B/A and outputs it as an identity scale, and ends the processing. However, if A=0, the scale calculation unit 204 outputs a predetermined value (e.g., 0.5).

It should be noted that although the extraction processing is performed in order from the code number m to M, any order may be taken without being limited to this order. Further, although the description has been given for the case of calculating the similarity value, it is also possible to calculate a distance scale as an identity scale in a similar manner. In that case, a lookup table is adapted to store distance scales, rather than similarity values.

While the embodiments of the present invention have been described above, the present invention is not limited to these examples, and various additions and modifications may be made therein. Further, the image signature extraction device of the present invention is adapted such that the functions thereof can be realized by computers and programs, as well as hardware. Such a program is provided in the form of being written on a computer readable recording medium such as a magnetic disk, a semiconductor memory, or the like, is read by a computer when the computer is started for example, and controls operation of the computer, to thereby allow the computer to function as the dimension determination unit, the extraction region acquisition unit, the region feature calculation unit, the comparison unit, the region feature calculation method acquisition unit, and the comparison method acquisition unit, of the above-described embodiments.

This application is based upon and claims the benefit of priority from Japanese patent applications No. 2009-061022 filed on Mar. 13, 2009, and No. 2009-097864 filed on Apr. 14, 2009, the disclosures of which are incorporated herein in their entirety by reference.

DESCRIPTION OF REFERENCE NUMERALS

-   1 dimension determination unit -   2 extraction region acquisition unit -   3, 3A region feature calculation unit -   31, 31A first region feature calculation unit -   32, 32A second region feature calculation unit -   4, 4B comparison unit -   41 magnitude comparison unit -   42, 44 quantization unit -   43 difference value calculation unit -   45 quantization boundary determination unit -   5 region feature calculation method acquisition unit -   6 comparison method acquisition unit -   7 encoding unit 

1-57. (canceled)
 58. An image signature extraction device, comprising: a calculation unit that calculates region features from two sub-regions in an image, the two sub-regions being associated with each dimension composing an image signature, the image signature being information for identifying an image; a quantization unit that quantizes the difference values between the region features into ternary values, using a threshold determined based on absolute values of the difference values; and an encoding unit that encodes quantization values of five dimensions into 8 bit.
 59. The image signature extraction device, according to claim 58, wherein the encoding unit maps 243 different combinations of quantization values of five dimensions to values from 0 to
 242. 60. The image signature extraction device, according to claim 58, wherein the ternary values include a first quantization value, a second quantization value which is a value smaller than the first quantization value, and a third quantization value which is a value smaller than the second quantization value, and a difference between the first quantization value and the second quantization value and a difference between the second quantization value and the third quantization value are equal.
 61. A matching device that performs matching using an image signature output by the image signature extraction device according to claim
 58. 62. An identifying device that performs identification using an image signature output by the image signature extraction device according to claim
 58. 63. An image signature extraction method, comprising: calculating region features from two sub-regions in an image, the two sub-regions being associated with each dimension composing an image signature, the image signature being information for identifying an image; quantizing the difference values between the region features into ternary values, using a threshold determined based on absolute values of the difference values; and encoding quantization values of five dimensions into 8 bit.
 64. The image signature extraction method, according to claim 63, wherein the encoding includes mapping 243 different combinations of quantization values of five dimensions to values from 0 to
 242. 65. The image signature extraction method, according to claim 63, wherein the ternary values include a first quantization value, a second quantization value which is a value smaller than the first quantization value, and a third quantization value which is a value smaller than the second quantization value, and a difference between the first quantization value and the second quantization value and a difference between the second quantization value and the third quantization value are equal.
 66. A matching method for performing matching using an image signature extracted by the image signature extraction method according to claim
 63. 67. An identifying method for performing identification using an image signature extracted by the image signature extraction method according to claim
 63. 68. A computer-readable medium storing a program comprising instructions for causing a computer to function as: a calculation unit that calculates region features from two sub-regions in an image, the two sub-regions being associated with each dimension composing an image signature, the image signature being information for identifying an image; a quantization unit that quantizes the difference values between the region features into ternary values, using a threshold determined based on absolute values of the difference values; and an encoding unit that encodes quantization values of five dimensions into 8 bit. 